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mf_newspaces • Show schema
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{'Nk2': 1120, 'analytic_conductor': 2.235811256595851, 'char_conductor': 56, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 36, 'char_orbit_label': 'bj', 'char_order': 6, 'char_parity': 1, 'char_values': [280, 6, [71, 141, 57, 241], [3, 3, 6, 5]], 'conrey_index': 131, 'cusp_dim': 88, 'dim': 64, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 13], 'hecke_orbit_code': 2405215240472, 'hecke_orbit_dims': [4, 4, 4, 4, 24, 24], 'label': '280.2.bj', 'level': 280, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 7], 'level_radical': 70, 'mf_dim': 104, 'mf_new_dim': 64, 'num_forms': 6, 'prim_orbit_index': 13, 'relative_dim': 32, 'sturm_bound': 96, 'trace_bound': 4, 'trace_display': [-2, 0, 0, 0], 'traces': [64, -2, 0, -2, 0, 0, 0, 4, 32, 0, 8, 30, 0, -18, 0, -6, 0, 0, 0, 0, 0, -48, 0, -36, -32, -30, 0, 2, 0, 0, 0, -22, 0, 0, 0, -60, 0, 60, 0, 0, 0, 2, -16, -14, 0, 18, 0, 0, 16, 4, -40, -36, 0, 72, 0, 20, 32, 6, -48, 14, 0, 0, 0, 52, 0, 24, -40, 0, 0, 20, 0, -40, -48, 14, 0, 0, 0, -72, 0, 0, -24, -42, 0, -88, 0, 24, 0, 16, -24, 0, 64, -108, 0, 54, 0, -144, 0, 10, 80, -2, 0, 76, 0, 0, 8, 124, 32, 150, 0, -42, 0, -32, -64, -16, 0, 32, 0, 0, 0, 16, -64, 54, 48, 132, 0, -110, 0, 54, -48, -20, 0, 0, 0, -96, 0, 12, 32, -30, 0, 50, 0, 32, 0, 46, 0, 0, -160, -72, 0, 0, 0, 24, 0, 136, 32, 68, 0, -56, 0, 0, 0, 132, 40, 150, 0, 156, 0, 58, 16, 16, -264, 78, 0, 0, 0, 108, 0, -138, -88, -60, 0, 124, 0, -30, 24, 24, -144, 0, 0, -36, 0, 198, -16, -48, 0, -130, 0, -68, 0, -2, 168, 0, 168, -96, 0, 48, 0, 12, 0, -84, 16, 16, 0, -68, 0, 0, 0, -92, 56, -36, 0, 48, 0, 118, -64, -64, 168, -24, 0, 0, 0, 60, 48, -198, 0, 24, 0, -36, 0, 14, 24, -118, 240, 0, 0, -40, 0, -192, 8, 0, 0, 180, 0, -58, 0, 26, 0, 0, -104, 28, 0, -276, 0, -168, 0, 26, 176, -78, 0, 56, 0, 0, -32, -8, 8, -48, 0, -180, 0, -80, 16, -160, 0, -100, 0, 0, 0, 32, 48, 42, -160, -36, 0, -160, 0, -22, -96, 26, 0, 0, 0, -136, 0, -138, -8, -156, 0, 40, 0, 4, 0, -224, -144, 0, 112, 24, 0, 144, 0, 108, 0, -138, 112, -14, 0, 32, 0, 0, -120, 16, 104, -246, 0, 78, 0, 48, 96, 190, 216, 60, 0, 0, 0, -104, -40, 114, 120, -18, 0, 24, 0, -120, -96, 188, 144, 0, 0, 96, 0, 90, -16, 150, 0, -230, 0, 96, 0, 102, -24, 0, -64, -8, 0, 276, 0, -186, 0, 28, -272, -20, 0, 180, 0, 0, 8, -40, -64, 84, 0, -84, 0, -298, -64, 42, 0, -22, 0, 0, 0, 12, -72, 486, -72, 36, 0, -60, 0, 80, 48, -40, 144, 0, 0, 292, 0, -6, 48, 36, 0, 136, 0, 20, 0, 142, 0, 0, 232, 316, 0, -84, 0, 186, 0, 120, -144, 36, 0, -80, 0, 0, 232, 0, -120, 228, 0, -60, 0, 66, 112, 0, 336, 120, 0, 0, 0, -144, 128, -276, 200, -72, 0, 360, 0, 140, 0, 68, -24, 0, 0, 32, 0, 408, -96, -108, 0, -60, 0, -48, 0, -84, 144, 0, -384, 88, 0, -84, 0, 294, 0, -122, -320, 86, 0, -190, 0, 0, 0, -124, -88, -12, 0, -96, 0, 394, 0, 66, -504, -96, 0, 0, 0, -68, 64, -132, 0, 60, 0, 40, 0, -4, -24, -296, -360, 0, 0, 40, 0, -216, 0, 144, 0, 356, 0, -60, 0, 52, -96, 0, 96, -4, 0, -252, 0, -36, 0, 88, -192, -144, 0, 24, 0, 0, -48, -304, -80, -48, 0, -36, 0, -164, -32, -80, 0, -264, 0, 0, 0, -72, -128, 168, 144, -312, 0, -354, 0, -90, 48, 182, -144, 0, 0, -32, 0, -408, 48, 78, 0, -154, 0, 0, 0, -196, 0, 0, -160, -16, 0, 132, 0, 36, 0, -432, 64, 0, 0, -36, 0, 0, -104, 36, -216, -720, 0, 48, 0, 26, 32, -58, -240, 76, 0, 0, 0, -264, -32, -108, -96, 12, 0, 220, 0, 60, 240, 168, -168, 0, 0, 320, 0, 168, -24, 318, 0, -120, 0, 76, 0, 222, 216, 0, -16, 56, 0, 240, 0, 126, 0, 136, 480, 32, 0, 148, 0, 0, -40, -260, 112, 186, 0, -84, 0, -520, -96, 112, 0, -48, 0, 0, 0, 0, 120, 540, 176, 162, 0, 46, 0, -10, 120, -138, -216, 0, 0, 144, 0, 240, 0, 306, 0, 32, 0, 112, 0, 202, 24, 0, 8, 176, 0, -156, 0, 282, 0, 520, 160, -54, 0, -144, 0, 0, 160, 52, 216, 240, 0, 132, 0, -52, -16, -8, -264, 418, 0, 0, 0, -124, 80, -168, -152, -186, 0, 428, 0, 48, -72, 32, -192, 0, 0, 0, 0, 372, 96, -192, 0, 12, 0, -216, 0, -110, -600, 0, 312, 328, 0, -234, 0, -210, 0, -212, 256, 248, 0, -408, 0, 0, -128, 104, 40, -252, 0, -492, 0, 294, 112, 92, 576, -136, 0, 0, 0, 104, -208, -480, 0, -24, 0, -228, 0, -22, 24, -346, 336, 0, 0, 104, 0, -282, 16, 120, 0, 482, 0, 30, 0, -40, -240, 0, 0, -32, 0, -792, 0, 12, 0, 108, 112, -84, 0, 124, 0, 0, 96, 104, 128, 258, 0, 228, 0, -198, -144, -6, 264, -342, 0, 0, 0, -416, -120, 12, -128, -240, 0, -296, 0, 40, 240, 172, 168, 0, 0, 112, 0, -528, 40, 96, 0, -276, 0, 68, 0, -278, 480, 0, 0, 0, 0, 204, 0, 36, 0, -668, -208, -284, 0, -48, 0, 0, 336, -44, 312, -732, 0, 168, 0, 74, -224, -30, 24, 30, 0, 0, 0, -80, 64, -120, 0, -300, 0, 162, 0, -200, 240, 256, 360, 0, 0, 184, 0, 240, 152, 168, 0, -604, 0, -86, 0, -2, 120, 0, 104, -224, 0, 600, 0, 186, 0, 58, -256, 70, 0, 440, 0, 0, 56, -240, -176, 252, 0, -60, 0, -400, 224, 138, 48, -124, 0, 0, 0, 76, 0, 444, -48, 330, 0, -88, 0, 138, -144, -112, 552, 0, 0, 144, 0, -12, -96, -420, 0, 224, 0, 120, 0, 416, 0, 0, 208, -80, 0, -318, 0, 360, 0, 328, -128, -48, 0, -152, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 173699
{'char_orbit_index': 36, 'char_orbit_label': 'bj', 'conrey_index': 131, 'conrey_indexes': [131, 171], 'label': '280.2.bj', 'level': 280, 'sub_char_orbit_index': 13, 'sub_char_orbit_label': 'm', 'sub_conrey_index': 3, 'sub_conrey_indexes': [3, 19], 'sub_dim': 12, 'sub_label': '56.2.m', 'sub_level': 56, 'sub_mult': 2, 'weight': 2}
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id: 173698
{'char_orbit_index': 36, 'char_orbit_label': 'bj', 'conrey_index': 131, 'conrey_indexes': [131, 171], 'label': '280.2.bj', 'level': 280, 'sub_char_orbit_index': 36, 'sub_char_orbit_label': 'bj', 'sub_conrey_index': 131, 'sub_conrey_indexes': [131, 171], 'sub_dim': 64, 'sub_label': '280.2.bj', 'sub_level': 280, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 36, 'label': '280.2.bj', 'level': 280, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 211116000
{'hecke_orbit_code': 2405215240472, 'n': 1, 'trace_an': 64}
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id: 211116001
{'hecke_orbit_code': 2405215240472, 'n': 2, 'trace_an': -2}
-
id: 211116002
{'hecke_orbit_code': 2405215240472, 'n': 3, 'trace_an': 0}
-
id: 211116003
{'hecke_orbit_code': 2405215240472, 'n': 4, 'trace_an': -2}
-
id: 211116004
{'hecke_orbit_code': 2405215240472, 'n': 5, 'trace_an': 0}
-
id: 211116005
{'hecke_orbit_code': 2405215240472, 'n': 6, 'trace_an': 0}
-
id: 211116006
{'hecke_orbit_code': 2405215240472, 'n': 7, 'trace_an': 0}
-
id: 211116007
{'hecke_orbit_code': 2405215240472, 'n': 8, 'trace_an': 4}
-
id: 211116008
{'hecke_orbit_code': 2405215240472, 'n': 9, 'trace_an': 32}
-
id: 211116009
{'hecke_orbit_code': 2405215240472, 'n': 10, 'trace_an': 0}
-
id: 211116010
{'hecke_orbit_code': 2405215240472, 'n': 11, 'trace_an': 8}
-
id: 211116011
{'hecke_orbit_code': 2405215240472, 'n': 12, 'trace_an': 30}
-
id: 211116012
{'hecke_orbit_code': 2405215240472, 'n': 13, 'trace_an': 0}
-
id: 211116013
{'hecke_orbit_code': 2405215240472, 'n': 14, 'trace_an': -18}
-
id: 211116014
{'hecke_orbit_code': 2405215240472, 'n': 15, 'trace_an': 0}
-
id: 211116015
{'hecke_orbit_code': 2405215240472, 'n': 16, 'trace_an': -6}
-
id: 211116016
{'hecke_orbit_code': 2405215240472, 'n': 17, 'trace_an': 0}
-
id: 211116017
{'hecke_orbit_code': 2405215240472, 'n': 18, 'trace_an': 0}
-
id: 211116018
{'hecke_orbit_code': 2405215240472, 'n': 19, 'trace_an': 0}
-
id: 211116019
{'hecke_orbit_code': 2405215240472, 'n': 20, 'trace_an': 0}
-
id: 211116020
{'hecke_orbit_code': 2405215240472, 'n': 21, 'trace_an': 0}
-
id: 211116021
{'hecke_orbit_code': 2405215240472, 'n': 22, 'trace_an': -48}
-
id: 211116022
{'hecke_orbit_code': 2405215240472, 'n': 23, 'trace_an': 0}
-
id: 211116023
{'hecke_orbit_code': 2405215240472, 'n': 24, 'trace_an': -36}
-
id: 211116024
{'hecke_orbit_code': 2405215240472, 'n': 25, 'trace_an': -32}
-
id: 211116025
{'hecke_orbit_code': 2405215240472, 'n': 26, 'trace_an': -30}
-
id: 211116026
{'hecke_orbit_code': 2405215240472, 'n': 27, 'trace_an': 0}
-
id: 211116027
{'hecke_orbit_code': 2405215240472, 'n': 28, 'trace_an': 2}
-
id: 211116028
{'hecke_orbit_code': 2405215240472, 'n': 29, 'trace_an': 0}
-
id: 211116029
{'hecke_orbit_code': 2405215240472, 'n': 30, 'trace_an': 0}
-
id: 211116030
{'hecke_orbit_code': 2405215240472, 'n': 31, 'trace_an': 0}
-
id: 211116031
{'hecke_orbit_code': 2405215240472, 'n': 32, 'trace_an': -22}
-
id: 211116032
{'hecke_orbit_code': 2405215240472, 'n': 33, 'trace_an': 0}
-
id: 211116033
{'hecke_orbit_code': 2405215240472, 'n': 34, 'trace_an': 0}
-
id: 211116034
{'hecke_orbit_code': 2405215240472, 'n': 35, 'trace_an': 0}
-
id: 211116035
{'hecke_orbit_code': 2405215240472, 'n': 36, 'trace_an': -60}
-
id: 211116036
{'hecke_orbit_code': 2405215240472, 'n': 37, 'trace_an': 0}
-
id: 211116037
{'hecke_orbit_code': 2405215240472, 'n': 38, 'trace_an': 60}
-
id: 211116038
{'hecke_orbit_code': 2405215240472, 'n': 39, 'trace_an': 0}
-
id: 211116039
{'hecke_orbit_code': 2405215240472, 'n': 40, 'trace_an': 0}
-
id: 211116040
{'hecke_orbit_code': 2405215240472, 'n': 41, 'trace_an': 0}
-
id: 211116041
{'hecke_orbit_code': 2405215240472, 'n': 42, 'trace_an': 2}
-
id: 211116042
{'hecke_orbit_code': 2405215240472, 'n': 43, 'trace_an': -16}
-
id: 211116043
{'hecke_orbit_code': 2405215240472, 'n': 44, 'trace_an': -14}
-
id: 211116044
{'hecke_orbit_code': 2405215240472, 'n': 45, 'trace_an': 0}
-
id: 211116045
{'hecke_orbit_code': 2405215240472, 'n': 46, 'trace_an': 18}
-
id: 211116046
{'hecke_orbit_code': 2405215240472, 'n': 47, 'trace_an': 0}
-
id: 211116047
{'hecke_orbit_code': 2405215240472, 'n': 48, 'trace_an': 0}
-
id: 211116048
{'hecke_orbit_code': 2405215240472, 'n': 49, 'trace_an': 16}
-
id: 211116049
{'hecke_orbit_code': 2405215240472, 'n': 50, 'trace_an': 4}
-
id: 211116050
{'hecke_orbit_code': 2405215240472, 'n': 51, 'trace_an': -40}
-
id: 211116051
{'hecke_orbit_code': 2405215240472, 'n': 52, 'trace_an': -36}
-
id: 211116052
{'hecke_orbit_code': 2405215240472, 'n': 53, 'trace_an': 0}
-
id: 211116053
{'hecke_orbit_code': 2405215240472, 'n': 54, 'trace_an': 72}
-
id: 211116054
{'hecke_orbit_code': 2405215240472, 'n': 55, 'trace_an': 0}
-
id: 211116055
{'hecke_orbit_code': 2405215240472, 'n': 56, 'trace_an': 20}
-
id: 211116056
{'hecke_orbit_code': 2405215240472, 'n': 57, 'trace_an': 32}
-
id: 211116057
{'hecke_orbit_code': 2405215240472, 'n': 58, 'trace_an': 6}
-
id: 211116058
{'hecke_orbit_code': 2405215240472, 'n': 59, 'trace_an': -48}
-
id: 211116059
{'hecke_orbit_code': 2405215240472, 'n': 60, 'trace_an': 14}
-
id: 211116060
{'hecke_orbit_code': 2405215240472, 'n': 61, 'trace_an': 0}
-
id: 211116061
{'hecke_orbit_code': 2405215240472, 'n': 62, 'trace_an': 0}
-
id: 211116062
{'hecke_orbit_code': 2405215240472, 'n': 63, 'trace_an': 0}
-
id: 211116063
{'hecke_orbit_code': 2405215240472, 'n': 64, 'trace_an': 52}
-
id: 211116064
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id: 211116502
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id: 211116577
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id: 211116578
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id: 211116579
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id: 211116580
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id: 211116581
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id: 211116582
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id: 211116583
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id: 211116584
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id: 211116585
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id: 211116586
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id: 211116587
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id: 211116588
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id: 211116590
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id: 211116591
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id: 211116593
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id: 211116602
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id: 211116623
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id: 211116978
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